Distributions
Concepts
Word Scramble
Fill in the Blank
Emily Explains
100

For any distribution, what must the total area under the probability curve equal?

1

100

If two events A and B cannot possibly happen at the same time, what term describes them?

Mutually Exclusive

100

E M N A

MEAN

100

Two events are ________ if knowing that one event occurred gives no information about whether the second event will occur.

 Independent.

100

“The two in the middle of the box graph thing”

Quartiles


200

Which discrete probability distribution is defined by a fixed number of independent trials and a constant probability of success?

Binomial Distribution

200

If the probability of an event occurring is 0.35, what is the probability of its complement occurring?

0.65

200

O P I S N S O

POISSON

200

To model independent events occurring randomly in a continuous space or time interval at a constant rate, we use the ________ distribution.

Poisson

200

“The curve has two high bits and look like cat ears”

Bimodal

300

In a perfectly symmetrical Normal distribution, which of the measures of centre can be used?

Mean, median, mode

All 3. Mean, Median and Mode

300

Events A and B are independent, with P(A) = 0.4 and P(B) = 0.5. What is P(A and B)?

P(A and B) = 0.2

300

R A V I C A N E

Variance

300

The ________ is calculated by multiplying the probability with the number of trials 

Expected number

300

“Something you should give Mr Boon more”

Compliment

400

A continuous Uniform distribution has the parameters  a = 2 and b = 10 

What is the height of this distribution?

1/8

400

P(A) = 0.3 and P(A and B) = 0.2. 

What is the conditional probability P(B|A)?

0.67

400

C E N T E R I S

INTERSECT

400

Poisson and Binomial distributions are the only two ________ distributions we use. The others are continuous.

Discrete

400

"The amount that things change from what is standard"

Standard Deviation

500

What is the formula for finding the height of a triangular distribution anywhere to the right of the mean

height = (2(x-a))/((b-a)(c-a))

500

In a study, 12% of a treated group experienced side effects compared to 30% of an untreated control group. What is the relative risk of side effects for the treated group relative to the control group?

RR = 2.5
500

M U T A L S I O N E U S ( O T N )

SIMULTANEOUS (NOT)

500

Calculated as the square root of the variance, the _________________ gives a measure of spread.

Standard Deviation

500

“The chance of a bad thing compared to the chance of a bad thing"

Relative Risk